@article{ARISTATIL_SURESH_2019, title={DEGREE-DISTANCE BASED TOPOLOGICAL INDICES OF PRECIOUS STONE CUBIC CARBON STRUCTURE}, volume={6}, url={https://www.granthaalayahpublication.org/ijetmr-ojms/ijetmr/article/view/IJETMR19_A12_1322}, DOI={10.29121/ijetmr.v6.i12.2019.491}, abstractNote={<p><em><strong>Chemical diagram hypothesis fathoms the essential properties of a nuclear chart. The sub-nuclear outlines are the charts that are involved particles called vertices and the covalent bond between them are called edges. The unusualness ɛu of vertex u in a related diagram G, is the partition among u and a vertex farthermost from u. In this article, we consider the valuable stone structure of cubic carbon and enrolled Eccentric-network list ξ(G), Eccentric availability polynomial ECP(G, x) and Connective Eccentric list Cξ (G) of pearl structure of cubic carbon for n-levels.</strong></em></p>}, number={12}, journal={International Journal of Engineering Technologies and Management Research}, author={ARISTATIL, Mr.A. and SURESH, Mr.M.V.}, year={2019}, month={Dec.}, pages={101–110} }